{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# %pip install-r requirements.txt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "PyTorch version 1.6.0 available.\n"
     ]
    }
   ],
   "source": [
    "from IPython.display import clear_output, Image, display\n",
    "import PIL.Image\n",
    "import io\n",
    "import json\n",
    "import torch\n",
    "import numpy as np\n",
    "from processing_image import Preprocess\n",
    "from visualizing_image import SingleImageViz\n",
    "from modeling_frcnn import GeneralizedRCNN\n",
    "from utils import Config\n",
    "import utils\n",
    "from transformers import LxmertForQuestionAnswering, LxmertTokenizer\n",
    "import wget\n",
    "import pickle\n",
    "import os\n",
    "\n",
    "\n",
    "# URL = \"https://raw.githubusercontent.com/airsplay/py-bottom-up-attention/master/demo/data/images/input.jpg\",\n",
    "URL = \"https://vqa.cloudcv.org/media/test2014/COCO_test2014_000000262567.jpg\"\n",
    "OBJ_URL = \"https://raw.githubusercontent.com/airsplay/py-bottom-up-attention/master/demo/data/genome/1600-400-20/objects_vocab.txt\"\n",
    "ATTR_URL = \"https://raw.githubusercontent.com/airsplay/py-bottom-up-attention/master/demo/data/genome/1600-400-20/attributes_vocab.txt\"\n",
    "GQA_URL = \"https://raw.githubusercontent.com/airsplay/lxmert/master/data/gqa/trainval_label2ans.json\"\n",
    "VQA_URL = \"https://raw.githubusercontent.com/airsplay/lxmert/master/data/vqa/trainval_label2ans.json\"\n",
    "\n",
    "\n",
    "# for visualizing output\n",
    "def showarray(a, fmt=\"jpeg\"):\n",
    "    a = np.uint8(np.clip(a, 0, 255))\n",
    "    f = io.BytesIO()\n",
    "    PIL.Image.fromarray(a).save(f, fmt)\n",
    "    display(Image(data=f.getvalue()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# load object, attribute, and answer labels\n",
    "\n",
    "objids = utils.get_data(OBJ_URL)\n",
    "attrids = utils.get_data(ATTR_URL)\n",
    "gqa_answers = utils.get_data(GQA_URL)\n",
    "vqa_answers = utils.get_data(VQA_URL)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "loading configuration file cache\n",
      "loading weights file https://cdn.huggingface.co/unc-nlp/frcnn-vg-finetuned/pytorch_model.bin from cache at /home/eltoto/.cache/torch/transformers/57f6df6abe353be2773f2700159c65615babf39ab5b48114d2b49267672ae10f.77b59256a4cf8343ae0f923246a81489fc8d82f98d082edc2d2037c977c0d9d0\n",
      "All model checkpoint weights were used when initializing GeneralizedRCNN.\n",
      "\n",
      "All the weights of GeneralizedRCNN were initialized from the model checkpoint at unc-nlp/frcnn-vg-finetuned.\n",
      "If your task is similar to the task the model of the checkpoint was trained on, you can already use GeneralizedRCNN for predictions without further training.\n"
     ]
    }
   ],
   "source": [
    "# load models and model components\n",
    "frcnn_cfg = Config.from_pretrained(\"unc-nlp/frcnn-vg-finetuned\")\n",
    "\n",
    "frcnn = GeneralizedRCNN.from_pretrained(\"unc-nlp/frcnn-vg-finetuned\", config=frcnn_cfg)\n",
    "\n",
    "image_preprocess = Preprocess(frcnn_cfg)\n",
    "\n",
    "lxmert_tokenizer = LxmertTokenizer.from_pretrained(\"unc-nlp/lxmert-base-uncased\")\n",
    "lxmert_gqa = LxmertForQuestionAnswering.from_pretrained(\"unc-nlp/lxmert-gqa-uncased\")\n",
    "lxmert_vqa = LxmertForQuestionAnswering.from_pretrained(\"unc-nlp/lxmert-vqa-uncased\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# image viz\n",
    "frcnn_visualizer = SingleImageViz(URL, id2obj=objids, id2attr=attrids)\n",
    "# run frcnn\n",
    "images, sizes, scales_yx = image_preprocess(URL)\n",
    "output_dict = frcnn(\n",
    "    images,\n",
    "    sizes,\n",
    "    scales_yx=scales_yx,\n",
    "    padding=\"max_detections\",\n",
    "    max_detections=frcnn_cfg.max_detections,\n",
    "    return_tensors=\"pt\",\n",
    ")\n",
    "# add boxes and labels to the image\n",
    "\n",
    "frcnn_visualizer.draw_boxes(\n",
    "    output_dict.get(\"boxes\"),\n",
    "    output_dict.pop(\"obj_ids\"),\n",
    "    output_dict.pop(\"obj_probs\"),\n",
    "    output_dict.pop(\"attr_ids\"),\n",
    "    output_dict.pop(\"attr_probs\"),\n",
    ")\n",
    "showarray(frcnn_visualizer._get_buffer())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Question: ['Where is the cat?']\n",
      "prediction from LXMERT GQA: desk\n",
      "prediction from LXMERT VQA: desk\n",
      "Question: ['What is near the disk?']\n",
      "prediction from LXMERT GQA: can\n",
      "prediction from LXMERT VQA: cat\n",
      "Question: ['What is the color of the table?']\n",
      "prediction from LXMERT GQA: brown\n",
      "prediction from LXMERT VQA: brown\n",
      "Question: ['What is the color of the cat?']\n",
      "prediction from LXMERT GQA: black\n",
      "prediction from LXMERT VQA: black and white\n",
      "Question: ['What is the shape of the monitor?']\n",
      "prediction from LXMERT GQA: square\n",
      "prediction from LXMERT VQA: rectangle\n"
     ]
    }
   ],
   "source": [
    "test_questions_for_url1 = [\n",
    "    \"Where is this scene?\",\n",
    "    \"what is the man riding?\",\n",
    "    \"What is the man wearing?\",\n",
    "    \"What is the color of the horse?\",\n",
    "]\n",
    "test_questions_for_url2 = [\n",
    "    \"Where is the cat?\",\n",
    "    \"What is near the disk?\",\n",
    "    \"What is the color of the table?\",\n",
    "    \"What is the color of the cat?\",\n",
    "    \"What is the shape of the monitor?\",\n",
    "]\n",
    "\n",
    "# Very important that the boxes are normalized\n",
    "normalized_boxes = output_dict.get(\"normalized_boxes\")\n",
    "features = output_dict.get(\"roi_features\")\n",
    "\n",
    "for test_question in test_questions_for_url2:\n",
    "    # run lxmert\n",
    "    test_question = [test_question]\n",
    "\n",
    "    inputs = lxmert_tokenizer(\n",
    "        test_question,\n",
    "        padding=\"max_length\",\n",
    "        max_length=20,\n",
    "        truncation=True,\n",
    "        return_token_type_ids=True,\n",
    "        return_attention_mask=True,\n",
    "        add_special_tokens=True,\n",
    "        return_tensors=\"pt\",\n",
    "    )\n",
    "\n",
    "    # run lxmert(s)\n",
    "    output_gqa = lxmert_gqa(\n",
    "        input_ids=inputs.input_ids,\n",
    "        attention_mask=inputs.attention_mask,\n",
    "        visual_feats=features,\n",
    "        visual_pos=normalized_boxes,\n",
    "        token_type_ids=inputs.token_type_ids,\n",
    "        output_attentions=False,\n",
    "    )\n",
    "    output_vqa = lxmert_vqa(\n",
    "        input_ids=inputs.input_ids,\n",
    "        attention_mask=inputs.attention_mask,\n",
    "        visual_feats=features,\n",
    "        visual_pos=normalized_boxes,\n",
    "        token_type_ids=inputs.token_type_ids,\n",
    "        output_attentions=False,\n",
    "    )\n",
    "    # get prediction\n",
    "    pred_vqa = output_vqa[\"question_answering_score\"].argmax(-1)\n",
    "    pred_gqa = output_gqa[\"question_answering_score\"].argmax(-1)\n",
    "    print(\"Question:\", test_question)\n",
    "    print(\"prediction from LXMERT GQA:\", gqa_answers[pred_gqa])\n",
    "    print(\"prediction from LXMERT VQA:\", vqa_answers[pred_vqa])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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